PUBLICATIONS/PREPRINTS
Many papers can be accessed on the arXiv
CV and List of Publication (.pdf file)
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(80.) On certain identities involving Nahm-type sums with double poles S. Kanade, A. Milas, M. Russell, submitted (2021)
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(79.) Graph schemes, graph series, and modularity K.Bringmann, C.Jennings-Shaffer, A.Milas, submitted (2021) |
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(78.) Higher depth false modular forms K. Bringmann, J. Kaszian, A.Milas and C. Nazaroglu submitted |
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(77.) Integral representation of rank two false theta functions and modularity K. Bringmann, J. Kaszian, A.Milas and C. Nazaroglu, Res.Math.Sci. (2021) |
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(76.) Lie Groups, Number Theory, and Vertex Algebras Editors: D. Adamovic, A. Dujella, A.Milas, P. Pandzic Proceedings of the Dubrovnik Conference "Representation Theory XVI", June 2019. Vol 758 Contemporary Mathematics (2021) |
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(75.) Jet Schemes, Quantum Dilogarithm, and Feigin-Stoyanovsky's Principal Subspaces H. Li, A.Milas. (2020) |
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(74.) Permutation orbifolds N=1 and N=2 vertex algebras as W-algebras H. Li, A.Milas, and J. Wauchope Communications in Algebra (2020) |
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(73.) Permutation orbifolds of the Virasoro vertex algebra and W-algebras A.Milas, M. Penn and C. Sadowski Journal of Algebra (2020) |
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(72.) On parafermion vertex algebras sl(2)(-3/2) and sl3(-3/2) D.Adamovic, A.Milas, and Q. Wang. Communications in Contemporary Mathematics (2020) |
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(71.) Further q-series identities for false theta functions and characters > C.Jennings-Shaffer, A.Milas Contemporary Mathematics (2020) |
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(70.) On q-series identities for false theta functions > C.Jennings-Shaffer, A.Milas. Advances in Mathematics (2020) |
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(69.) S_3-permutation orbifolds of sl(2) vertex algebras A.Milas, M.Penn Glasnik Matematicki (2021). |
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(68.) On some vertex algebras related to W(sl4,f) D. Adamovic, A.Milas, and M.Penn Contemporary Mathematics (2020). |
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(67.) Higher depth quantum modular forms and plumbed 3-manifolds K. Bringmann, K. Mahlburg and A.Milas Letters in Mathematical Physics (2020) |
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(66.) Quantum modular forms and plumbing graphs of 3-manifolds K. Bringmann, K. Mahlburg and A.Milas Journal of Combinatorial Theory - Series A. (2020) |
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(65.) On some vertex algebras related to V_{-1}(sl(n)) and their characters A.Milas, D. Adamovic Transformation Groups (2021) |
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(64.)Permutation Orbifolds of the Heisenberg Vertex Algebra A.Milas, M.Penn and H. Shao to appear in Journal of Mathematical Physics (2019) |
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(63.) Lie Algebras, Vertex Operator Algebras, and Related Topics: Conference in Honor of J. Lepowsky and R. Wilson KC Misra, A Milas, E Jurisich, K Barron Contemporary Mathematics 695 (2017), American Mathematical Society |
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(62.) S_3-permutation orbifolds of fermionic vertex algebras A.Milas, M.Penn and J. Wauschope to appear in IndAM Proceedings Series (2019). |
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(61.) On characters of L(-Lambda_0) modules K. Bringmann, K. Mahlburg and A.Milas to appear in Comm. Contemp. Math. (2019) |
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(60.) Rank two false theta functions and negative matrix index Jacobi forms K. Bringmann, J. Kaszian, A.Milas, S. Zwegers Advances in Applied Mathematics (2020) |
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(59.) Some examples of higher depth vector-valued quantum modular forms K. Bringmann, J. Kaszian and A.Milas submitted to the Proceedings of the Rompa Conference (2018) |
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(58.) Vector-valued higher depth quantum modular forms and higher Mordell integrals K. Bringmann, J. Kaszian and A.Milas submitted arXiv (2018) |
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(57.) Higher depth quantum modular forms, multiple Eichler integrals, and false theta functions K. Bringmann, J. Kaszian and A.Milas to appear in Res.Math.Sci. (2019) |
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(56.) Higher rank partial and false theta functions and representation theory T. Creutzig and A.Milas published in Advances in Mathematics (2017) |
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(55.)Logarithmic link invariants of U^H_q(sl_2) and asymptotic dimensions of singlet vertex algebras T. Creutzig, A.Milas and M.Rupert published in Journal in Pure and Applied Algebra (2017) |
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(54.)Asymptotic behavior of partial and false Jacobi theta functions and regularized characters K. Bringmann, A. Folsom and A.Milas Journal of Mathematical Physics (2017) |
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(53.)Some applications and constructions of intertwining operators in LCFT D.Adamovic and A.Milas published in Contemporary Mathematics (2017) |
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(52.)The Lusztig-Macdonald-Wall conjectures and q-difference equations K. Bringmann, K. Mahlburg and A.Milas published in Contemporary Mathematics . (2017) |
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(51.)W-algebras, higher rank false theta functions and quantum dimensions K. Bringmann, A.Milas published in Selecta Mathematics (2016). |
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(50.) Vertex algebraic structure of principal subspaces of basic A_(2n)^2 modules C. Calinescu, A. Milas and M. Penn Journal of Pure and Applied Algebra, 220 (2016), 1752-1784. |
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(49.) Vertex operator algebras and constant term identities D. Adamovic, X. Lin and A.Milas SIGMA 11 (2015), 019, 16 pages. |
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(48.) On Fourier expansion of Bloch-Okounkov n-point functions K. Bringmann and A.Milas Journal of Combinatorial Theory A 136 (2015) 201-219. |
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(47.)On regularized quantum dimensions of the singlet vertex operator algebra and false theta functions T. Creutzig, A.Milas and S. Wood accepted for publication, IMRN (2016). |
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(46.) W-algebras, false theta functions and quantum modular forms K. Bringmann and A.Milas IMRN , 21 (2015), 11351-11387. |
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(45.) Principal subspaces for A_2^2 C. Calinescu, J. Lepowsky and A.Milas International Journal of Mathematics 25, 1450063, (2014), 44 pp. |
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(44.) False Theta Functions and the Verlinde formula T. Creutzig and A.Milas Advances in Mathematics, 262 (2014), 520-554. |
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(43.) Logarithmic Conformal Field Theory and Vertex Operator (Super)Algebras D.Adamovic and A.Milas J.Phys. A , (special issue: Logarithmic Conformal Field Theory) 46 (2013), no. 49, 494005, 23 pp. |
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(42.) ADE subalgebras of the triplet vertex algebra; D-series D. Adamovic, X. Lin and A.Milas International Journal of Mathematics, 25 (2014), no. 1, 1450001, 34 pp. |
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(41.) ADE subalgebras of the triplet vertex algebra W(p): A-series. D. Adamovic, X. Lin and A.Milas Communications in Contemporary Mathematics, 15, 1350028 (2013) 30 pp. |
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(40.) Characters of modules of irrational vertex operator algebras A.Milas Conformal Field Theory, Automorphic Forms and Related Topics CFT 2011, Heidelberg, Vol.8 (2014), 1-17. |
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(39.) Representation theory of $A(p)$ and $A_{2,p}$ vertex operator (super)algebras. D. Adamovic and A.Milas Contemporary Mathematics, 602, Amer. Math. Soc. (2013), 23-38. |
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(38.) Some nonstandard representation of vertex operator algebras, A.Milas 2010 preprint, unpublished |
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(37.) C_2-cofinite vertex algebras and their logarithmic modules, A.Milas and D. Adamovic, Proceedings of the conference "Conformal Field Theories and Tensor Categories, Beijing Mathematical Lectures from Beijing University, Vol. 2, ( 2014), 18 pp. |
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(36.) Lattice vertex algebras and combinatorial bases: general case and W-algebras A.Milas and M. Penn, New York Journal of Mathematics , 18, (2012) 621-650. |
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(35.) An explicit construction of logarithmic modules for the vertex algebra W_{p,p'} , A.Milas and D. Adamovic, Journal of Mathematical Physics , 53, 073511 (2012). |
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(34.) The 3-state Potts model and Rogers-Ramanujan series , A. Feingold and A.Milas, Central European Journal of Mathematics , 11, (2013) 1-16. |
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(33.) On W-algebra extensions of (2,p) minimal models: p > 3 , D. Adamovic and A.Milas Journal of Algebra , 344 (2011), 313-332. |
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(32.) The structure of Zhu's algebras for certain W-algebras , D. Adamovic and A.Milas Advances in Mathematics , 227, (2011) 2425-2456. |
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(31.) Vertex-algebraic structure of the principal subspaces of level one modules for the untwisted affine Lie algebras of types A,D,E , C. Calinescu, J. Lepowsky and A.Milas Journal of Algebra 323 (2010), no. 1, 167-192. |
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(30.) On W-algebras associated to (2,p) minimal models and their representations , D. Adamovic and A.Milas I.M.R.N. (2010) 20, 3896-3934. |
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(29.) Lattice construction of logarithmic modules for certain vertex algebras, D. Adamovic and A. Milas Selecta Mathematica (NS) , 15 (2009), no. 4, 535-561. |
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(28.) An analogue of modular BPZ equation in logarithmic (super)conformal field theory D. Adamovic and A. Milas Contemporary Mathematics . (2009) 497, 1-17. |
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(27.) The N=1 triplet vertex operator superalgebras: twisted sector D. Adamovic and A. Milas Symmetry, Integrability and Geometry: Methods and Applications (SIGMA) (Special Issue on Kac-Moody Algebras and Applications) (2008) 087, 24 pp. |
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(26.) The N=1 triplet vertex operator superalgebras D. Adamovic and A. Milas Communications in Mathematical Physics , (2009) 288, 225-270. |
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(25.) On the triplet vertex algebra W(p) D. Adamovic and A. Milas Advances in Mathematics , 217 (2008), 2664-2699. |
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(24.) Vertex-algebraic structures of principal subspaces of certain standard modules, II C. Calinescu, J. Lepowsky and A. Milas to appear in Journal of Pure and Applied Algebra . |
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(23.) Logarithmic intertwining operators and W(2,2p-1)-algebras D. Adamovic and A. Milas Journal of Mathematical Physics , 48 073503 (2007). |
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(22.) Vertex-algebraic structures of principal subspaces of certain standard modules, I C. Calinescu, J. Lepowsky and A. Milas International Journal of Mathematics, 19 (2008), 71-92. |
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(21.) Logarithmic intertwining operators and vertex operators A. Milas Communications in Mathematical Physics , 277 (2008) 497-529. |
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(20.) Modular invariance, modular identities and supersingular j-invariants, A. Milas Mathematical Research Letters , 13 (2006), 729-746. |
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(19.) On certain automorphic forms associated to rational vertex operator algebras A. Milas London Math. Soc. Lecture Notes , to appear. |
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(18.) Number theoretic properties of Wronskians of Andrews-Gordon series A. Milas, E. Mortenson and K. Ono International Journal of Number Theory , 4 (2008), 1-15. |
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(17.) Characters, supercharacters and Weber modular functions A. Milas Journal fur die reine und angewandte Mathematik (Crelle's Journal), 608 (2007), 35-64. |
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(16.) Modular forms and almost linear dependence of graded dimensions A. Milas Contemporary Mathematics , 442 (2007) 411-424. |
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(15.) Twisted vertex operators and Bernoulli polynomials B. Doyon, J. Lepowsky and A. Milas Communications in Contemporary Mathematics , 8 (2006), 247-307. |
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(14.) Virasoro algebra, Dedekind eta-function and Specialized Macdonald's identities A. Milas Transformation Groups , 9 (2004), 273-288. |
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(13.) Ramanujan's "Lost Notebook" and the Virasoro Algebra A. Milas Communications in Mathematical Physics, 251 (2004) 567-588. |
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(12.) Rogers--Selberg's recursion, Gordon-Andrews identities and intertwining operators S. Capparelli, J. Lepowsky and A. Milas The Ramanujan Journal , 12 (2006) 377-395. |
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(11.) Twisted modules and generalized Bernoulli polynomial B. Doyon, J. Lepowsky and A. Milas International Mathematical Research Notices , 44 (2003), 2391-2408. |
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(10.) Rogers Ramanujan recursion and intertwining operators S. Capparelli, J. Lepowsky and A. Milas Communications in Contemporary Mathematics , 5 (2003), 1-20. |
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(9.) Formal differential operators, vertex operator algebras and zeta--values, II A. Milas Journal of Pure and Applied Algebra , 183 (2003), 191-244. |
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(8.) Formal differential operators, vertex operator algebras and zeta--values, I A. Milas Journal of Pure and Applied Algebra , 183 (2003), 129-190. |
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(7.) Weak modules and logarithmic intertwining operators A. Milas Contemporary Mathematics , 297 (2002), 201--227. |
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(6.) Fusion rings for degenerate minimal models A. Milas Journal of Algebra , 254 (2002), 300--335. |
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(5.) Correlation functions, differential operators and zeta--functions A. Milas The Fields Institute Communications Series , 39 (2003), 139-167. |
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FICS |
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(4.) Intertwining operator superalgebras and vertex tensor categories for superconformal algebras, II Y.-Z. Huang and A. Milas Transactions of the American Mathematical Society , 354 (2002), 363--385. |
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(3.) Intertwining operator superalgebras and vertex tensor categories for superconformal algebras, I Y.-Z. Huang and A. Milas Communications in Contemporary Mathematics , 4 (2002), no. 2, 327--355. |
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(2.) Vertex operator algebras associated to modular invariant representations A. Milas Physical Applications and Mathematical Aspects of Geometry, Groups, and Algebras: Proceedings of the XXIst International Colloquium on group theoretical methods in physics, World Scientific (1997). |
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(1.) Vertex operator algebras associated to modular invariant representations for A_1^1 D. Adamovic and A. Milas Mathematical Research Letters 2 (1995), 563--575. |
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